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Methodologies for constitutive model parameter identification for strain locking materials

机译:应变锁定材料本构模型参数识别的方法

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Strain locking materials exhibit a pronounced stiffening above an apparent critical strain. In practice, both natural materials, such as biological tissues, and human-made composites with flexible or undulating microstructures, can exhibit this type of response. This paper describes several methodologies for identifying the material constants required for a thermodynamically consistent constitutive model, that appropriately simulates the strain-locking behavior. Attempts to fit the material constants by minimizing an RMS error function between model behavior and experimental stress-strain curves reveal a non-smooth surface of the stress-based error function, which lead to difficulties in convergence to a material constant set that has a minimum error. An analysis of the constitutive model based on the relationships between the parameters of the constitutive model and physical behavior they govern lead to the construction of a smoother error function and minimization of an objective function with reduced dimensionality. This technique yielded parameters values that accurately represented the experimental data for several material systems. Two optimization methods (both gradient-based and direct) were investigated and their effectiveness in converging to the global minimum solution of the error function was compared. Selected composites and biological materials with strain-locking behaviors were analyzed, and the material constants required for the constitutive model were successfully determined.
机译:应变锁定材料在表观临界应变之上显示出明显的硬化。在实践中,天然材料(例如生物组织)和具有柔性或起伏微结构的人造复合材料都可以表现出这种类型的响应。本文介绍了几种用于识别热力学一致本构模型所需材料常数的方法,该模型可以适当地模拟应变锁定行为。通过最小化模型行为与实验应力-应变曲线之间的RMS误差函数来拟合材料常数的尝试显示出基于应力的误差函数的非光滑表面,这导致难以收敛到具有最小值的材料常数集错误。基于本构模型的参数与它们所控制的物理行为之间的关系对本构模型进行分析,可以构建更平滑的误差函数,并在减小维数的情况下最小化目标函数。这项技术产生的参数值可以准确表示几种材料系统的实验数据。研究了两种优化方法(基于梯度的和直接的),并比较了它们收敛到误差函数的全局最小解的有效性。分析了选定的具有应变锁定行为的复合材料和生物材料,并成功确定了本构模型所需的材料常数。

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